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弪 — pronunciations, definitions, and tags
HanziPinyinEnglishTags
jìngradian (mathematics)g, 8 strokes, radical 弓, Very Hard
jìngradian (math.)unknown, 8 strokes, radical 弓, Very Hard
jìngnow written 弧度unknown, 8 strokes, radical 弓, Very Hard
jìng(jing4) T4
  1. 1radian (mathematics)
  2. 2radian (math.)
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March 24, 2026
(弳)jìng(jing4)

The character 弪 (jìng) refers to the mathematical term 'radian,' which is a unit of angular measure used in various fields of mathematics and physics. It is commonly used in trigonometry to describe angles in relation to the radius of a circle. In modern usage, this term is often replaced by the character 弧度 (hú dù), which explicitly denotes 'radian.'

Strokes8RadicalFrequency#—DifficultyVery Hard
Cultural Note

The concept of radians is fundamental in Chinese education, particularly in mathematics, where it is taught alongside degrees. Understanding radians is crucial for students pursuing advanced studies in engineering and physics, reflecting the emphasis on mathematical proficiency in Chinese educational culture.

Memory Tip

Imagine a giant clock where the hands are measuring angles. The character 弪 looks like a pair of hands reaching out at different angles, representing the concept of radians in circular motion. The sound 'jìng' can remind you of 'jink' like the sharp turn of an angle.

Meanings of 弪

jìng(jing4)
1radian (mathematics)
2radian (math.)
Exercise 1 of 2

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About 弪

Simplified
Traditional
8Strokes
Radical
语素morpheme (morph.)Part of Speech
#—Frequency Rank

Podcast: 弪

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AI Study Notes for 弪

Memory Mnemonic

Imagine a giant clock where the hands are measuring angles. The character 弪 looks like a pair of hands reaching out at different angles, representing the concept of radians in circular motion. The sound 'jìng' can remind you of 'jink' like the sharp turn of an angle.

Usage Notes

When discussing radians, it's important to use the correct mathematical context, as this term is primarily used in academic or technical settings. Avoid using it in casual conversation, where simpler terms may suffice. Common collocations include 'radian measure' (弧度测量) and 'convert to radians' (转换为弧度).

HSK Study Tips

As this character is not part of the HSK vocabulary list, learners should focus on understanding its application in mathematics and physics. Connecting it with related terms like 角度 (angle) and 弧 (arc) may enhance comprehension of geometric concepts.

Cultural Note

The concept of radians is fundamental in Chinese education, particularly in mathematics, where it is taught alongside degrees. Understanding radians is crucial for students pursuing advanced studies in engineering and physics, reflecting the emphasis on mathematical proficiency in Chinese educational culture.

Common Mistakes

Learners often confuse 弪 with 弧度, using them interchangeably. Remember that 弪 specifically refers to the older term for 'radian,' while 弧度 is the modern usage. For example, saying '我需要弪来计算' is incorrect; use '我需要弧度来计算' instead.

AI-enhanced 2026-03-24

Pronunciation of 弪

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Etymology of 弪

Formation Typepictophonetic
六书 ClassificationPhono-semantic (形声字)~80-90% of characters
Memory Hint

bow

Semantic (meaning)
Learn more about Phono-semantic (形声字) characters
Exercise 1 of 1

Character Formation Type

What type of character formation is 弪?

Decomposition of 弪

IDS Structure⿰弓?
Full Character
=
Gong1
left
Exercise 1 of 1

Identify the Components

Which of these is a component of 弪?

Write 弪

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Cultural Notes for 弪

🏮Cultural insight

The concept of radians is fundamental in Chinese education, particularly in mathematics, where it is taught alongside degrees. Understanding radians is crucial for students pursuing advanced studies in engineering and physics, reflecting the emphasis on mathematical proficiency in Chinese educational culture.

Word Family of 弪

Words Containing This Character1
jìngradian (math.)
Exercise 1 of 1

Compound Meaning

What does 弪 mean?

Frequently Asked Questions about 弪

In Chinese, radians (弧度) and degrees (度) are both units of measuring angles, but radians relate to the radius of a circle, while degrees are based on dividing a circle into 360 equal parts.